Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-03-20020206_095100_20020206_143500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/06 |
Start Time | | 2002/02/06 09:51 |
End Time | | 2002/02/06 14:33 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 12.59 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-03-20020206_095100_20020206_143500-constBx0 |
Minimum Dst Value | | -60 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
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)
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